DEVOLUCIÓN DE LIBROS PROGRAMA ACCEDE CURSO 2020/2021
- Detalles
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Última actualización en Martes, 08 Junio 2021 21:21
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)
LOS LIBROS SE RECOGERÁN EN EL HORARIO ESPECIFICADO PARA CADA CURSO TENIENDO EN CUENTA LAS SIGUIENTES PREMISAS: ![Programa Accede | AMPA CANTIZAL](https://www.ampaelcantizal.es/wp-content/uploads/2017/10/Programa-ACCEDE-1200x565.jpg)
- La recogida se realizará en un aula situada en la planta alta del pabellón.
- Entrada por la puerta situada en la avenida de loyola.
- Obligatorio uso de mascarilla y distancia de seguridad.
- No se recogerá ningún lote que no esté completo teniendo como referencia el resguardo de entrega de libros durante este curso, del cual tenemos copia en formato papel y digital.
- En el caso de pérdida, extravío o deterioro de cualquier libro, el alumno tendrá que reponerlo, para completar su lote al devolverlo.
- Tendrán que adjuntar su resguardo de entrega si lo conservan.
ALUMNADO DE 1º Y 2º DE ESO
El día 24 de Junio tendrán que entregar los libros todos los alumnos en los horarios establecidos en el calendario.
- De 9:30 a 13:30 recogeremos a cada grupo en el aula correspondiente y nos acompañarán al pabellón para hacer la devolución.
- De 16:30 a 18:30 la devolución se realizará en el pabellón accediendo al centro por la puerta situada en la avenida de Loyola.
ALUMNADO DE 3º ,4º DE ESO Y 1º Y 2º PMAR
El día 23 de Junio tendrán que entregar los libros todos los alumnos en los horarios establecidos en el calendario.
- De 9:30 a 13:30 recogeremos a cada grupo en el aula correspondiente y nos acompañarán al pabellón para hacer la devolución.
- De 16:30 a 18:30 la devolución se realizará en el pabellón accediendo al centro por la puerta situada en la avenida de Loyola.
ALUMNOS DE NUEVA INCORPORACIÓN AL PROGRAMA
Los alumnos YA ESCOLARIZADOS EN NUESTRO CENTRO DURANTE EL CURSO 20/21, que deseen incorporarse al programa por primera vez, habiéndolo solicitado antes del 31 de Mayo, tendrán que traer su lote de libros completo, atendiendo al calendario publicado, en función del curso en el que estén matriculados actualmente.
Gracias por vuestra colaboración.
![AMPA Manuel Vázquez Montalbán: 2019](https://1.bp.blogspot.com/-uzmEaGko-y0/XMl04Phl2-I/AAAAAAAAAMs/NzhEufIbF3sDuSyn-bAG2v-YPUaPsR8XQCLcBGAs/s1600/Accede.PNG)